A Parallel Approach for Computing Complex Eigenvalue Problems

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概要

• 論文の詳細を見る

• In this paper we study general complex eigenvalue problems in engineering fields. The eigenvalue problems can be transformed into the associated problems for solving large systems of nonlinear ordinary differential equations(dynamic equations)by optimization techniques. The known waveform relaxation method in circuit simulation can then be successfully applied to compute the resulting dynamic equations. The approach reported here, which is implemented on a message passing multiprocessor system, can determine all eigenvalues and their eigenvectors for general complex matrices without any restriction on the matrices. The numerical results are provided to confirm the theoretical analysis.

• 社団法人電子情報通信学会の論文
• 2000-10-25

著者

• Jiang Yao-lin

  The Author Is With Institute Of Information & System Sciences Xi'an Jiaotong University

• Huang Zu-lan

  The Authors Are With The School Of Creative Media City University Of Hong Kong

• CHEN Richard

  The authors are with the School of Creative Media, City University of Hong Kong

• Jiang Yao-lin

  The Author Is With The Institute Of Information And System Sciences School Of Science Xi'an Jia

• Chen R

  City Univ. Hong Kong Hong Kong Chn

関連論文

• A Parallel Approach for Computing Complex Eigenvalue Problems
• On the Spectra of Waveform Relaxation Operators for Circuit Equations

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